Auto

Auto Lease Calculator

Calculate your exact monthly lease payment and see how the money factor and residual value affect total cost.

Updated June 2026 · Editorial standards

Lease details

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Monthly payment
$420.34
Total lease cost
$17,132
Residual value
$19,250
Effective APR
3.00%

Your monthly lease payment is $420.34 over 36 months — $17,132 total including your $2,000 down payment.Money factor 0.00125 = 3.00% APR. Residual: $19,250 (55% of MSRP). Capitalized cost: $31,000.

Monthly payment breakdown

Depreciation

($31,000 cap cost − $19,250 residual) ÷ 36 mo

$326.39

Finance charge

($31,000 + $19,250) × 0.00125

$62.81

Sales tax (8%)

Applied to base payment

$31.14

Total monthly

$420.34
By the KalkWise Editorial Team Reviewed for accuracy Updated June 2026

What is the auto lease calculator — monthly payment & total cost?

In short

Leasing a $35,000 car with 55% residual, money factor 0.00125, and a 36-month term typically costs $350–$450/month. The money factor × 2,400 converts to APR — 0.00125 × 2,400 = 3.0% APR. Lower money factor = cheaper financing.

The Auto Lease Calculator computes your exact monthly lease payment and total lease cost using the standard lease formula. It breaks down depreciation, finance charge, and sales tax — and converts the money factor to APR so you can compare dealer offers to traditional loans.

How to use this calculator

  1. 1Enter the vehicle MSRP and your negotiated selling price (aim for below MSRP).
  2. 2Add your down payment and trade-in value — both reduce the capitalized cost.
  3. 3Enter the residual value percentage (from the dealer's lease sheet, typically 50–65%).
  4. 4Enter the money factor (e.g. 0.00125) — multiply by 2,400 to see the equivalent APR.
  5. 5Set your lease term (36 months is most common) and local sales tax rate.

The formula

monthly depreciation=cap costresidualterm (months)
finance charge=(cap cost+residual)×money factor
monthly payment=depreciation+finance charge+tax
Monthly depreciation covers the car's loss in value over the lease term. Monthly finance charge is the interest cost on both the capitalized cost and residual value. Add sales tax to get the final monthly payment.
cap cost
Capitalized cost: negotiated price minus down payment and trade-in
residual
Predicted value of the car at lease end (% of MSRP)
money factor
Lease interest rate equivalent (× 2,400 = APR)
term (months)
Length of the lease in months

Worked example

The scenario

MSRP $40,000. Negotiated price $38,000. Down $2,000. Residual 55% ($22,000). Money factor 0.00125. 36 months. Tax 8%.

gives

The result

Cap cost = $38,000 − $2,000 = $36,000. Depreciation = ($36,000 − $22,000) ÷ 36 = $388.89. Finance charge = ($36,000 + $22,000) × 0.00125 = $72.50. Base = $461.39. Tax = $36.91. Monthly = $498.30.

Common use cases

  • Compare lease deals from multiple dealers by plugging in each dealer's numbers.
  • Evaluate whether a high residual or low money factor has more impact on your payment.
  • Understand how a larger down payment changes your monthly cost vs. total cost.
  • Convert a dealer's money factor to APR to compare against an auto loan rate.

Limitations & assumptions

  • Does not include acquisition fees, disposition fees, or gap insurance — add these to total cost separately.
  • Assumes sales tax applies to the monthly payment; some states tax the full vehicle price at signing.
  • Mileage overage costs at lease-end are not included in total cost.

Frequently asked questions

Money factor is the lease equivalent of an interest rate. Multiply it by 2,400 to get the approximate APR: money factor 0.00125 × 2,400 = 3.0% APR. A good money factor in 2024 is anything at or below the manufacturer's base rate — typically 0.00100–0.00200 (2.4%–4.8% APR).

Disclaimer: KalkWise calculators are provided for general informational and educational purposes only and do not constitute financial, investment, tax, or legal advice. Results are estimates based on the figures you enter and the assumptions described above. Actual outcomes will vary. Consult a qualified professional before making financial decisions.